Breaker selection according to loop impedence

A crucial topic in electrical engineering!

When selecting a breaker according to loop impedance, we need to consider the following factors:

  1. Loop impedance: The total impedance of the circuit, including the resistance and inductive reactance of the conductors, the motor, and any other equipment connected to the circuit.
  2. Fault current: The maximum current that can flow in the circuit during a fault, such as a short circuit or ground fault.
  3. Breaker rating: The maximum current and voltage rating of the breaker, as well as its thermal and mechanical capabilities.

Here's a general guideline for selecting a breaker based on loop impedance:

Step 1: Calculate the loop impedance

Z = √(R^2 + (XL)^2)

Step 2: Determine the fault current

I_f = V_f / Z

where V_f is the fault voltage (typically 1.732 times the line-to-line voltage for a 3-phase system).

Step 3: Select the breaker

Example

Suppose we have a 3-phase, 480V, 30A circuit with a loop impedance of 0.5 ohms. We want to select a breaker that can handle a fault current of 100A.

  1. Calculate the loop impedance: Z = √(0.5^2 + (0.5^2)^2) = 0.707 ohms
  2. Calculate the fault current: I_f = 1.732 x 480V / 0.707 ohms = 100A
  3. Select the breaker: Choose a breaker with a rating of at least 100A, 480V, and a thermal and mechanical rating that can handle the fault current.

In summary, when selecting a breaker according to loop impedance, we need to consider the fault current and ensure the breaker is rated for the maximum current that can flow in the circuit, as well as its thermal and mechanical capabilities.